Question

(m^1/4 n^1/2)^2 (m^2 n^3)^1/2 I need help in solving this problem. Simplifying Radicals by simplify and compare equivalent expressions. Please help.

Answer 1

(m^1/4 n^1/2)^2 (m^2 n^3)^1/2
(√m2 * 4√n)*(m^2 *n^3)^1/2 Simplify the expression with positive exponents
(√m2 * √n)*( √m^2 * √n^3) Product role
m* √n *m* √n^3 Multiply each side
m*n * √n* √n^3
m^2 * 1√n^2 Multiply exponents
m^2 n^2 Positive Exponent Finale answer


But my professor said it is incorrect. Can someone tell what step I did wrong please

Answer 2

Yes that is the problem that I am having trouble figuring out properly.

Answer 3

I am not sure what step is next.

Answer 4

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Answer 5

http://sketchtoy.com/58520216

Answer 6

go through above two links .

Answer 7

okay

Answer 8

(m^1/4)^2= √m
(n^1/2)^2= n
(m^2)^1/2= √m^2
(n^3)^1/2=√n^3

Answer 9

Are those correct so far.

Answer 10

yes

Answer 11

(m^2)^1/2= √m^2=m

Answer 12

(n^3)^1/2=√n^3=n^(3/2)

Answer 13

http://sketchtoy.com/58520256===final answer !

Answer 14

n^(3/2) * n
m*√m

Answer 15

okay I guess I was wrong again then.

Answer 16

This is totally confusing to me.

Answer 17

Thank you for all your help. I need to review this a lot more on how you did the steps.

Answer 18

:)

Answer 19

tag me immediately when u are stuck at any step. I am always there to help you anytime.

Answer 20

Thank you that is very nice of you

Answer 21

welcome.